Validators are incentivised to behave actually to keep away from penalties and preserve their rewards. To stake ETH on-chain with Crypto.com, users must make a request either by way of the Crypto.com App or Exchange. Prior to https://pumpedge.com/ staking request, users can view the estimated activation period, which might range from a few hours to a few weeks depending on the queue size. This correlates with&nbsp;Ethereum’s personal validator queue, which has turn into increasingly longer because the Shanghai Upgrade.
Staked Ethereum is not out there to be sold for earnings at 10k, nor would customers be able to get out of the asset and jump a sinking ship should the value of Ethereum continue to drop. For those that don’t know, Ethereum underwent a much-needed upgrade as it evolved from the proof-of-work consensus mechanism to Ethereum 2.zero, which is now operating on the proof-of-stake consensus mechanism. Halfway via the elimination interval, an extra penalty, the "correlation penalty," is applied. The correlation penalty is designed to discourage validators from colluding to slash one another. The magnitude of the correlation penalty scales upward with the total staked ETH of all slashed validators in the 36 days prior to the slashing event.
They present staking ETH as a service, and all you want to do is deposit your 32 ETH tokens to start incomes staking rewards. These companies charge a small fee on a month-to-month basis for staking Ethereum in your behalf. Moreover, your staked ETH just isn't underneath your management, so it requires a certain degree of belief in the service supplier. Gemini, a good change, presents staking services at an inexpensive price. The advantage of decentralized staking is that it provides you more control over your staked ETH. These platforms also supply stETH tokens that can be utilized in the DeFi ecosystem for actions corresponding to getting a loan, earning yield, trade-staked ETH tokens, and so forth.

This proof-of-stake mannequin aligns incentives between token holders, validators, and the Ethereum protocol itself ? all working together to strengthen the network. To turn out to be a validator on Ethereum, one must deposit a minimal of 32 ETH into the deposit contract and run a validator consumer. Once the ETH is deposited, candidates be a part of an activation queue (managed by the protocol/chain itself), where they wait their turn to turn into lively validators. Discover how it works, the factors influencing staking rewards, and the way long to stake ETH so as to maximise earnings.
Staking Ether permits customers to earn rewards by actively participating in and securing the Ethereum blockchain community. Kraken’s capability to renew staking in a lot of the US indicators a shift in how crypto corporations intend to nag compliance whereas sustaining staking as a core function. The company emphasized that staking involves inherent risks, including potential loss from slashing penalties, bonding intervals, and asset depreciation. "These shoppers will have the ability to take part in bonded staking, which locks up/bonds crypto property to the community for a particular time frame," the trade spokesperson added. SaaS or pooled staking supply similar rewards, minus third celebration operation and maintenance fees.
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<h2>Faqs On Staking Ethereum (eth)</h2>
Hardware prices for the Ethereum validator node depend upon what you utilize. Building a computer to function a node can cost between $700 to $1500, not including monthly expenses, and can go up from there,&nbsp;depending on the particular parts, their quality, and replacement schedules. There is no one-size-fits-all solution for staking, and each is exclusive. Here we'll evaluate a few of the risks, rewards and necessities of the alternative ways you possibly can stake. You can use this calculator from ethereum.org to estimate your potential rewards primarily based on different scenarios. You can also use this record of verified staking providers from ethereum.org as a reference.
Staking is a elementary concept in cryptocurrency ? it refers again to the course of where users leverage their digital belongings to help a blockchain network whereas incomes rewards within the course of. Users who stake their cryptocurrencies are often recognized as “validators” or “stakers” and contribute to the operation and security of the blockchain. Staking ether (ETH) is locking some cryptocurrency in a sensible contract and offering your services to the community as a validator.

Each of us has in depth theoretical and practical expertise in trading, cryptocurrencies, and blockchain. However, you must have some ETH to deposit ? normally 32 ETH, and a way to run a validator software program, which ought to be a devoted laptop linked to the web 24/7. Once you’ve made your account, you have to add some funds and decide how a lot to stake. If you have already got enough ETH in your wallet, simply ship it over (the minimum amount is zero.1 ETH). Alternatively, when you don’t have enough, you'll have the ability to&nbsp;buy Ether&nbsp;from Blocktrade and switch it to your wallet. In DeFi, the most popular protocols to stake ETH include Lido and Rocket Pool.
<ul> <li>The beacon chain is an important element of the Ethereum 2.0 improve that organizes consensus and manages the validators for the community.</li> <li>Once they've carried out that, stakers obtain rewards for as long as they keep their belongings locked up.</li> <li>You ought to do somewhat analysis and due diligence earlier than choosing one, as we explained within the earlier part.</li> <li>As Ethereum’s applications proceed to broaden, securing digital property turns into more and more very important.</li> <li>By following best practices for maintaining validator uptime, utilizing staking calculators, and diversifying your staking strategies, you probably can maximize your rewards.</li> <li>The Ethereum blockchain initially ran by way of a Proof of Work (PoW) consensus mechanism before transitioning in 2022.</li></ul>
The trade lets you control your funds to lend them to others or use it in different methods. Staking is a course of in which you'll be able to give a few of your tokens to a pool or agency that provides you with a reward. It is similar to giving money to a financial institution in a financial savings account that gives you with interest for allowing it to have management over your cash.
<h3>Purchase 32 Eth Tokens</h3>
I believe that blockchain expertise can build a brighter future and am excited to be a half of it. If you are interested in incomes curiosity on your Ethereum holdings with out staking, then platforms such as SwissBorg and Yield.App may be more appropriate for you. You can discover extra data on yield era platforms in our Top 6 CeFi Platforms article. ANKR supplies liquid staking much like Lido and works with Metamask, Trust Wallet, Bitkeep, Math Wallet, imTOKEN, and others.
We’ll additionally discover Ethereum’s improve to Ethereum 2.zero by switching from a Proof-of-Work (PoW) to a Proof-of-Stake (PoS) consensus mechanism and provide a quick tutorial on how to stake Ethereum. Staking Ethereum has numerous advantages, but in addition comes with potential dangers. As beforehand talked about, staking yields passive earnings while contributing to network validation. Ethereum staking is an effective way to mitigate losses from market volatility, since stakers earn rewards even with ETH devaluation.
<h2>What Is Staking?</h2>
We will also cowl a few of the advantages and dangers of staking, in addition to some tips for finding a reliable staking platform. This token primarily represents how a lot Ether you've locked up and can be redeemed for your unique ETH at any time. Custodial staking has turn into a preferred various due to its ease and suppleness.
Custodial staking is the centralized option and palms off keys and duties to an trade. In this part, we’ll go over three decentralized methods (solo home staking, staking as a service, and pooled staking) and custodial staking with trade platforms. Rather, it enables token holders to earn rewards by delegating their tokens so as to validate transactions on the underlying blockchain, which helps make sure the safety and integrity of the community. Staking in the Crypto.com App permits customers to put idle assets to work in a couple of taps.
If you use WalletConnect, you will want to go to your pockets and signal the transaction similar to any other transaction. Through WalletConnect, there are several totally different custodian options available similar to Bitgo, Fireblocks, Ledger, and more. Within the Figment Staking App, you can join any MetaMask or WalletConnect compatible wallet or clone. We recommend solely having one pockets extension enabled at a time while utilizing the app.
<img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="609px" alt="how to stake Ethereum" 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">
Be positive to examine out our review on why we think Ledger is likely considered one of the greatest options for storing and even staking crypto. This token known as ETH2.S and can be utilized as customers would use regular ERC20 tokens. Note that while staking Ethereum is on the market on Kraken for users positioned in America and Canada, liquid staking and the distribution of ETH2.S isn't available. What in regards to the options for these of us who aren’t tech-savvy, don’t need the effort of running our personal nodes, or don’t have a money tree kicking around to be able to purchase the 32 ETH wanted for staking? Well, fortunately there are a lot of alternatives, starting with the only solution which is staking with a centralized platform.